This is the main result of LQC [1]}, which shows that: (i) It is a second order
quantum difference equation with uniform discreteness in volume, rather than a  simple differential equation, a direct consequence of the discrete nature of loop quantum geometry.
(ii) It provides the evolution of the quantum cosmological wavefunction \(\Psi (v, \phi )\) , in which the scalar field serves as a clock. Thus, once an initial state \(\Psi (v, \phi _0)\) 
is given at the initial moment \(\phi _0\) , the study of the quantum dynamics of LQC can be carried out. It is found that, instead of a big bang singularity, a quantum bounce is generically produced, 
a result confirmed through extensive numerical simulations [2]}, [3]}, [4]}, [5]}, [6]} and an exactly solvable model [7]}. Using this model, one can compute the probability for the quantum bounce which turns out to be unity for an arbitrary superposition of wavefunctions [8]}.
